Different Types of Angles

From the given set of angles write the pair of angles that are complementary to each other.

$$ 31°, 47°, 64°, 29°, 43°, 59°, 17°, 26°$$

From the given set of angles write the pair of angles that are supplementary to each other.

$47°, 58°, 69°, 75°, 133°, 105°, 122°, 125°$

Write whether the given statement is true or false for the below given figure:

$\angle A, \angle B$ are adjacent angles.

Calculate the unknown value of $x°$ from the given below figure:

Construct the adjacent angles whose measurements are $32°, 90°$  by using protractor.

State whether one acute angle and one obtuse angle are supplementary to each other. (yes/no)

An acute angle and an obtuse angle are complementary to each other. 

The value of $\frac{1}{2}$ of $c$ in the given figure is $k°$. Find the value of $k$.

The supplementary angle of $35°$ is

The supplement of $63°36\text{'}40\text{'}\text{'}$ is

The complement of $52°27\text{'}38\text{'}\text{'}$ is

The complement of $33°21\text{'}46\text{'}\text{'}$ is

Find the angle which is $24°$ less than its supplement.

Find the supplementary angle of $\frac{3}{7}$ of $280°$.

Find the angle if its supplement is thrice its complement.

Find the angle if its complement is one fourth of its supplement.

Two obtuse angles can be supplementary.

If an angle measures $10°$ more than its complement, then the measure of the angle is

If an angle is one-third of its supplement, then the measure of the angle is

$30°$ is one-half of its complement.